Riemann Hypothesis and Mock L-functions

This book describes the discovery of a Mock L-function that behaves like the complex graph of the Riemann Zeta function and explains the underlying complex map of the Zeta function and how the nontrivial zeros map to the critical line. I investigate (on a undergraduate level) a new version of the Riemann Zeta function that provides new insight into the nontrivial zeros of Zeta. Complimenting the discovery of Mock L-functions I also explore a physics operator based on the new Mock L-functions and a Complex Prime Number Theorem related to Mock L-functions.